Multilayer exchange spring recording media

ABSTRACT

A multilayer exchange spring recording media consists of a magnetically hard magnetic storage layer strongly exchange coupled to a softer nucleation host. The strong exchange coupling can be through a coupling layer or direct. The hard magnetic storage layer has a strong perpendicular anisotropy. The nucleation host consists of one or more ferromagnetic coupled layers. For a multilayer nucleation host the anisotropy increases from layer to layer. The anisotropy in the softest layer of the nucleation host can be two times smaller than that of the hard magnetic storage layer. The lateral exchange between the grains is small. The nucleation host decreases the coercive field significantly while keeping the energy barrier of the hard layer almost unchanged. The coercive field of the total structure depends on one over number of layers in the nucleation host. The invention proposes a recording media that overcomes the writeability problem of perpendicular recording media.

BACKGROUND Field of Invention

This invention relates generally to magnetic recording media, and more particularly to thermally stable high density media.

Description of Related Art

Modern magnetic recording media reaches ever higher recording densities. Further increase of the areal density is believed to be limited by the superparamagnetic limit. This limit represents that as the size of the magnetic grains in the media decrease, at some grain size the thermal fluctuations at room temperature k_(B)T₃₀₀ become capable of overcoming the energy barrier ΔE=KV, which separates the two magnetization directions of an isolated grain with a volume V and an uniaxial anisotropy constant K. This superparamagnetic limit, or thermal instability, can be overcome by increasing the anisotropy K, according to the Stoner-Wohlfarth theory. However, such an increase also results in an unfavourable increase of the coercivity H_(c). As a consequence, these grains are thermally stable but can not be written with existing recording heads.

Various improvements have been proposed to counter this thermal instability recently, also known as the writeability problem. In U.S. Pat. No. 6,468,670 a continuous ferromagnetic overlayer was introduced to increase the Signal to Noise Ratio (SNR). U.S. Pat. Nos. 6,280,813 and 6,383,668 addressed the thermal instability problem by replacing the conventional single magnetic recording layer with two ferromagnetic films that are antiferromagnetically coupled together across a nonferromagnetic spacer film, and a ferromagnetic layer that is coupled to a synthetic antiferromagnet, respectively. This idea reduces the demagnetizing field of the bits in the case of longitudinal magnetic recording. U.S. Pat. No. 5,583,727 proposed to overcome the problem by employing thermally assisted recording. In the paper “FeRh/FePt exchange spring films for thermally assisted magnetic recording media” Applied Physics Letters, Vol. 82, Issue 17, April 2003, pp. 2859-2861, Thiele et al. suggested to lower the coercive field by the use of FePt/FeRh bilayer system. The proposed architecture included a hard layer, exchange coupled to an antiferromagnetic layer. After heating the antiferromagnetic layer across a transition temperature, it became ferromagnetic with a large magnetic moment and low magnetocrystalline anisotropy. Thus, upon crossing the transition temperature the antiferromagnetic layer acted as a magnetic soft layer that helped to reverse the hard layer.

In the paper “Composite Media for Perpendicular Magnetic Recording”, IEEE Transactions on Magnetics, Vol. 41, No. 2, February 2005, pp. 537-542, R. H. Victors and X. Shen proposed magnetic multilayer structures composed of magnetically hard and magnetically soft layers. In the model of Victora and Shen, the magnetization of the soft and the hard part of each grain remained uniform. In order to decrease the coercive field, the exchange coupling between these layers had to be reduced with a decoupling layer. Motivated by the theoretical work. Wang et al. performed an experimental work on two layer composite media. The results were reported in “Composite media (dynamic tilted) media for magnetic recording”, Applied Physics Letters, Vol. 86, April 2005, pp. 142504. Wang et al. concluded that a coupling layer was required in composite media to decrease the exchange coupling between the soft and hard layer, in accordance with the theory. This was in contrast to the paper “Exchange spring media for perpendicular recording,” Applied Physics Letters, Vol. 87, July 2005, pp. 12504-12507 by Suess et al., incorporated herein by reference in its entirety, where states with inhomogeneous magnetization were formed.

The paper “Preliminary Study on (CoPtCr/NiFe)—SiO2 Hard/Soft-Stacked Perpendicular Recording Media”, IEEE Transactions on Magnetics. Vol. 41, No. 10, October 2005, pp. 3136, Y. Inaba et al. considered a sufficiently thin soft magnet coupled to a sufficiently thin hard magnet in order to keep the magnetization uniform and parallel in both layers during reversal. The paper “Exchange spring recording media for areal densities up to 10 Tbit/in²”, Journal of Magnetism and Magnetic Materials, Vol. 290-291, 2005, pp. 551-554 (available online 18 Dec. 2004) by Suess et al., incorporated herein by reference in its entirety, proposed a tri-layer structure which was composed of a hard layer at bottom, a soft layer in the middle and a hard layer on top.

The paper “Exchange spring media for perpendicular recording,” Applied Physics Letters, vol. 87, 30. June 2005, pp. 012504, by Suess et al., incorporated herein by reference in its entirety, domain wall assisted recording on bilayers was presented. Subsequent work by A. Dobin and H. J. Richter (presented at the Intermag conference 2006, talk DB-10, San Diego, Calif., May 2006; preprint available at http://arxiv.org “Domain Wall Assisted Magnetic Recording” by Dobin and Richter) followed the same approach.

In previous works it was not shown that a finite value of the anisotropy in the soft magnetic layer does not reduce the thermal stability of the structure. This question needs to be investigated, as larger anisotropies in the softer layer reduce the energy that is required to push a domain wall from the soft layer to the hard layer. Further, typical multilayer exchange spring media do not even contain a soft magnetic layer. Instead, it contains a nucleation layer which can be magnetically hard. The softest layer in the nucleation layer can have a coercive field similar to typical fields of recording heads.

For all these reasons, the choice of layer architectures and their anisotropies to overcome the superparamagnetic limit in optimal fashion remain a topic of intense investigations.

SUMMARY

Briefly and generally, embodiments according to the invention include a magnetic recording media wherein the magnetic recording layer consists of a multilayer structure, with a special multilayer host layer (nucleation host) and a hard magnetic storage layer (H_(c)>2 T). The anisotropy of the softest layer in the nucleation host is significantly smaller than in the hard layer. In some embodiments the ratio of anisotropies can reach a factor of 2. During writing a domain wall is formed in the nucleation host that propagates through the whole grain structure and finally reverses the hard magnetic storage layer. The nucleation host significantly decreases the coercive field of each grain of the proposed media but has only little influence on the thermal stability. In some embodiments the host layer comprises of just one layer, the media is a bilayer structure with one hard magnetic nucleation host and an even harder storage layer. In embodiments, where the host layer comprises more than one layer the anisotropy increases from one layer to the next layer. The layers can be strongly exchange coupled. The exchange coupling can be direct or via a thin coupling layer in order to achieve strong coupling. If the layers are strongly coupled a domain wall is formed across the hard/soft interface during reversal.

In embodiments with a nucleation host having the same magnetization as the hard magnetic storage layer and consisting only of one layer, the coercive field can be reduced by a factor of up to five compared to the coercive field of the hard magnetic storage layer without the nucleation host at the same thermal stability.

In embodiments, where the nucleation host has an exchange constant and magnetic polarization in the nucleation host larger than in the hard magnetic storage layer, the reduction of the coercive field can be even larger than a factor of five.

The coercive field can also be increased by increasing the number of layers in the nucleation host. In embodiments with two or three layers in the nucleation host, the coercive field is reduced by a factor of up to 9 and 13, compared to the coercive field of the hard magnetic storage layer without the nucleation host.

In other embodiments further increase of the coercive field is reached by increasing the anisotropy continuously. For a 25 nm thick layer with quadratically increasing anisotropy and a maximum value of K₁=2 MJ/m³ in the nucleation host the coercive field is smaller by a factor of 10 compared to a layer consisting of a material with K₁=2 MJ/m³, while, remarkably, the thermal stability of these two architectures is substantially the same.

Embodiments also show a characteristic dependence of the coercive field on the angle between the external field and the easy axis of the hard layer. In contrast to single phase recording media that shows a Stoner-Wohlfarth like switching field dependence as a function of the external field angle, exchange spring media behave more like “pinning magnets”. In pinning permanent magnets a high coercive field can be achieved by the introduction of pinning centres, such as soft magnetic inclusions or non magnetic inclusions that trap a domain wall and hence hinder the domain wall from propagating through the whole magnet. Therefore, the reversal of the magnetization due to domain wall motion is stopped by the pinning centres. Typically, in pinning magnets the dependence of the coercive field as a function of the angle α between the external field and the easy axis can be described by, H_(c)=1/cos(α). That implies that for small angles between the external field and the easy axis the switching field is less sensitive to the easy axis distribution. This makes exchange spring media also a potential candidate for patterned media since the switching field distribution due to an easy axis distribution is reduced.

Generally, the above embodiments provide marked improvement against the superparamagnetic limit as the coercive field is reduced by the spatially varying anisotropy in the nucleation host, while the thermal stability is determined only by the domain wall energy in the hardest magnetic storage layer, which is not influenced by the variations of the anisotropy of the nucleation host.

This is achieved because the new architecture removes the proportionality of the energy barrier to the coercive field. In some cases the coercive field can be inversely proportional to the layer thickness while the energy barrier remains independent of it. Therefore, with these new architectures embodiments overcome the writeability problem of extremely hard magnetic storage layers with high thermal stability.

BRIEF DESCRIPTION OF DRAWINGS

FIG. 1 is a schematic sectional view of a magnetic recording disk with a multilayer exchange spring recording media.

FIG. 2 shows a hysteresis loop in some embodiments. For comparison, the hysteresis loop of a conventional single phase grain is shown.

FIG. 3 shows the coercive field as a function of the angle between the easy axis and external field for bilayers with different values of the anisotropy in the softest layer in the nucleation host.

FIG. 4 shows the hysteresis loop of different exchange spring films comprising of 14×14 grains.

FIG. 5 illustrates the reduction of the coercive field for a nucleation host with a continuously increasing anisotropy.

FIG. 6 shows the energy barrier as a function of the hard layer thickness.

DETAILED DESCRIPTION

FIG. 1 illustrates the cross sectional view of the layer structure of an existing disk of recording medium. The disk includes a substrate 5, a soft magnetic underlayer 7, an interlayer 9, an optional seed layer 11 a and underlayer 11 b, a hard magnetic storage layer 24, strongly exchange coupled to a nucleation layer 21, an optional coupling layer 22, a protective layer 28 a, and a lubricant layer 28 b. Although the hard magnetic storage layer is shown on top of the nucleation layer, the order of the layers can also be reversed.

Substrate 5 may be made of any suitable material such as ceramic glass, amorphous glass, or NiP plated AlMg or an AlMg alloy base with a NiP surface coating.

Soft magnetic underlayer 7 is deposited on substrate 5. soft magnetic underlayer 7 may be made of any suitable material such as NiFe, CoNbB, FeAlSi, CoFeB, FeTaN, FeTaC, FeCoB, FeSiO, FeAlSi, FeTaN, FeN, CoFe, CoZr, CoFeB, CoZrNb, NiFeNb or equivalents. Soft magnetic underlayer 7 may have a thickness in the range of about 50 nm to about 500 nm.

Interlayer 9 maybe important for the grain structure of the hard magnetic recording media. Interlayer 9 maybe any suitable material such as Pt, Ge, Si, CoCr, SiO₂, Au, Al, CoZr, Ta, Ti, TiCr, Ru, RuCrCo, TiZr, or equivalents.

Optional seed layer 11 a maybe used in order to improve the growth of underlayer 11 b. Optional seed layer 11 a may be formed of a suitable material of hcp, fcc, bcc or even amorphous structure. It provides a smooth wetted surface for the subsequent growth of underlayer 11 b.

Underlayer 11 b is deposited onto optional seed layer 11 a, if present, or otherwise directly onto substrate 5. Underlayer 11 b may be formed of a suitable hcp material with a lattice parameter close to the alloys of the first layer in the magnetic layer. These alloys may be, for example, Ru-based alloys, Re-based alloys or Pd based alloys. Underlayer 11 b may have a thickness in the range of about 1 nm to about 20 nm. Other thicknesses can also be used.

The recording media includes hard magnetic storage layer 24 and softer nucleation host 21. Hard magnetic storage layer 24 can be a ferromagnet, ferrimagnet, antiferromagnet, or any other synthetic antiferromagnetic structure. The coupling between the nucleation host and the hard magnetic storage layer may be ferromagnetic or antiferromagnetic. Hard magnetic storage layer 24 maybe formed from any material that has large perpendicular anisotropy. These materials include tetragonal L10-ordered phase materials, CoPt and FePt based alloys, CoPtCr alloys, including CoPtCrB, CoPtCrTa, CoCr based granular media, pseudo-binary alloys based on the FePt and CoPt L10 phase, i.e., FePt—X and CoPt—X, where the element X may be Ni, Au, Cu, Pd or Ag, as well as granular composite materials such as FePt—C, FePt—ZrO, FePt—MgO, FePt—B₂O₃, materials containing at least one of B, Cu, Ag, W, Mo, Ru, Si, Ge, Nb, Pd, Sm, Nd, Dy, Hf, Mn, Ni and other similar composites.

In some embodiments the thickness of hard magnetic storage layer 24 is between 3 nm and 30 nm. In other architectures it can be outside these ranges. In embodiments where the anisotropy of nucleation host 21 is continuously increased, hard magnetic storage layer 24 is optional.

In some embodiments nucleation host 21 can be formed on hard magnetic storage layer 24. In other embodiments the order is changed so that hard magnetic storage layer 24 is deposited on nucleation host 24. Nucleation host can be formed as a granular or a continuous film. The exchange coupling between hard magnetic storage layer 24 and nucleation host 21 can be sufficiently strong to enable the formation of a domain wall across the interface of these layers during reversal.

Any of the materials, listed for hard magnetic storage layer 24 can be also used for forming nucleation host 21. In some embodiments a magnetic material is referred to as “hard” if its coercive field Hc>0.5 T, and “soft” is its coercive field is Hc<0.5 T. In some embodiments these terms are defined in a relative sense: the coercive field of (soft) nucleation host 21 can be half of the coercive field of hard magnetic storage layer 24. In other embodiments this ratio can be different. In some embodiments a layer is referred to as “hard”, if Δk_(max)/k_(min)<0.5. The definition of the terms in this inequality will be given below.

In some embodiments the grains of nucleation host 21 are aligned with the grains of hard magnetic storage layer 24, as shown in FIG. 1. In some embodiments this alignment is only approximate. These embodiments are sometimes called columnar media.

In some embodiments nucleation host 21 and hard magnetic storage layer 24 are in direct contact. In other embodiments, they are separated by optional coupling layer 22. Optional coupling layer 22, disposed between hard magnetic storage layer 24 and nucleation host 21, can provide a strong “exchange coupling”. Optional coupling layer 22 may enhance the granular growth between hard magnetic storage layer 24 and nucleation host 21. Optional coupling layer 22 may have a thickness between 0.1 nm and 3 nm. Optional coupling layer 22 may provide an exchange constant A in excess of A=10⁻¹⁴ J/m. In conventional perpendicular recording the exchange constant between grains is small. In exchange spring media both large and small values of the lateral exchange can be useful. For a large value of the lateral exchange in hard magnetic storage layer 24 the transitions of the bits are not necessarily located at the grain boundaries. Instead, domain walls are formed that separate the bits. A large value of the anisotropy of hard magnetic storage layer 24 decreases the domain wall width, so that the transition parameter of the bits may not be significantly larger than 2 nm to 3 nm that can be equal to about the grain diameter. In the case of large lateral exchange the domain walls are not pinned at the grain boundary in the hard magnetic storage layer but the domain walls are pinned due to the granular laterally weakly exchange coupled nucleation host. A weak exchange in the hard magnetic storage layer may require a large exchange in the nucleation layer.

In the following the plane of nucleation host 21 will be identified as the x-y plane. For example, in a magnetic storage disk, the plane of the disk is essentially parallel to the x-y plane of nucleation host 21. The z coordinate then parametrizes the direction of the thickness of nucleation host 21.

In some embodiments nucleation host 21 contains more than one layer which have different anisotropy K. In other embodiments nucleation host 21 is characterized by a spatially varying anisotropy K(z). In these embodiments, the anisotropy assumes more than one value in a substantial magnetic portion of nucleation host 21. In this sense the embodiments differ from single layer nucleation hosts, whose anisotropy assumes varying values only in an insubstantial portion. This may occur e.g. because of surface effects, in a very thin layer at the surface. Also, the variation is occurring in the magnetic nucleation host 21 itself. In this sense, embodiments differ from disks which have a single layer nucleation host 21 and a spacer layer.

In some embodiments, the softest, or smallest value of the anisotropy K is half of the anisotropy of hard magnetic storage layer 24. In other embodiments this ratio can be closer to one. This softest value of K is the anisotropy of the softest layer in multilayer embodiments, or the softest value in the spatially varying embodiments.

In some embodiments the lateral, or nearest neighbor, exchange between the grains of nucleation host 21 is small.

Protective layer 28 a, sometimes called overcoat, is typically diamond-like amorphous carbon or nitrogenated carbon, but may be any conventional disk overcoat. Overcoat 28 a is typically less than 15 nm thick.

All of the layers described above from seed layer 11 to overcoat 28 a can be sputtered in a continuous process in either an in-line sputtering system or a single disk system, such as commercially available single disk systems with multiple sputtering target capacity. The sputter deposition of each of the layers can be accomplished using standard targets and techniques known to those in the field with the modifications described above.

In the following, some considerations will be provided, which may be relevant for understanding features of the embodiments. Some embodiments combine benefits of softer magnetic layer with that of harder magnetic layers.

In some embodiments nucleation host 21 includes only one layer. In these embodiments the recording media is referred to as a bilayer, which includes nucleation host 21 and hard magnetic storage layer 24. Under the assumption that both layers remain completely homogeneous, the bilayer structure does not provide any improvements for the writeability compared to a single layer system. This conclusion is different from that of Y. Inaba et al. in the paper “Preliminary Study on (CoPtCr/NiFe)—SiO2 Hard/Soft-Stacked Perpendicular Recording Media”. IEEE Transactions on Magnetics, Vol. 41, No. 10, October 2005, pp. 3136.

A hard/soft layer structure where the magnetization in the hard and soft layer is parallel and uniform can be described with one average magnetization M_(eff)=(M_(hard)×I_(hard)+M_(soft)×I_(soft))/(I_(soft)+I_(hard)) and one average anisotropy constant K_(eff)=(K_(hard)×I_(hard)+K_(soft)×I_(soft))/(I_(soft)+I_(hard)). In a simple model the energy barrier can be estimated by ΔE=F×K_(eff)×(I_(soft)+I_(hard)), where F is the area of the basal plane of one grain of the media. The coercive field is H_(c)=2 K_(eff)/M_(eff). The ratio of the energy barrier to the coercive field, the “ratio barrier” ΔE/H_(c) only depends on the value of the average magnetization and the grain volume. Therefore, this bilayer structure leads to the same thermal stability as the single layer structure of the same thickness for the same value of the coercive field and for the same value of the average magnetization.

In embodiments of the invention, the design of the recording media is capable of supporting the formation of a domain wall during reversal. This magnetic domain wall becomes pinned at hard/soft interfaces. Compared to single phase media with the magnetic properties of the hard layer, the coercive field in a bilayer structure can be significantly reduced. In embodiment this reduction reaches a factor of four, as described by Loxley et al. in the paper. “Theory of Domain Wall Nucleation in a Two Section Magnetic Wire”, IEEE Transactions on Magnetics, Vol. 37, July 2001, pp. 1998-2100). However, Loxley et al considered an idealized magnetic wire instead of a magnetic recording medium. A factor of five decrease was shown by Hagedorn in the paper: “Analysis of Exchange-Coupled Magnetic Thin Films.” Journal of Applied Physics, Vol. 41, 1970, pp. 2491-2502, when a finite anisotropy in the soft layer was assumed.

A feature of embodiments of the invention is that the coercive field and the thermal energy barrier can be separately adjusted. In contrast, the above works considered these quantities closely connected and thus not adjustable separately. The thermal energy barrier is primarily determined by the material parameters of hard magnetic storage layer 24, substantially independently from the material parameters of nucleation host 21. Thus, in embodiments the ratio

$r = \frac{\Delta\; E_{thermal}}{\Delta\; E_{hyst}}$ can be selected in the range of 0.5 to 10. In others the range can be even broader. Here the thermal energy barrier ΔE_(thermal) is the energy barrier separating the two magnetic states, which has to be overcome by the thermal fluctuations. The hysteretic energy loss ΔE_(hyst)=J_(s)H_(c)V is the product of grain volume V, the coercive field H_(c) and the average magnetization J_(s) which characterizes the energy to be overcome during a write process. For single domain particles these energy scales are closely connected with a fixed ratio r of 0.5.

The field, required to overcome the pinning field to push a domain wall from the softer layer to the hard layer depends on the difference between the anistropy constants of these layers as described by a formula by Hagedorn et al. If the number of layers is increased, this difference can be decreased leading to a reduction of the pinning and coercive field. For example, if the anisotropy of the m-th layer assumes the value K^(m)=(m−1)K_(hard)/(N−1), the difference between the anisotropy constants of adjacent layers is K_(hard)/(N−1). Such an architecture leads to a coercive field of the whole structure of H_(c)=1/(4N−4)×2 K_(hard)/J_(s). Here, K_(hard) is the anisotropy constant of the hardest layer (the hard magnetic storage layer), J_(s), the magnetic polarization of the structure and N is the number of layers. For sufficiently thick hard magnetic storage layer the thermal stability is given by the domain wall energy in the hard magnetic storage layer. Importantly, therefore, at zero field the nucleation host does not lower the thermal stability.

FIG. 2 illustrates the micromagnetic simulations, which were performed to demonstrate the benefit of multilayer exchange spring media. FIG. 2 compares the hysteresis loop of different multilayer exchange spring media with a conventional recording media. Only one grain of the media was modeled. The parameters are for illustrative purposes only and can widely vary in different embodiments. The external field is applied at an angle of 0.5°. Nucleation host 21 is assumed to have a granular structure. The thickness of the entire grain structure is 25 nm. The grain diameter is 5 nm. The magnetization is M_(s)=0.5 T/μ₀. The grains are formed from a magnetic hard material with K₁=2 MJ/m³.

The trace “single phase” illustrates an embodiment in which the grains have a single anisotropy value. The trace “bilayer soft K_(soft)=0” illustrates an embodiment, where 7 nm of the grain are magnetically extremely hard with K_(hard)=2 MJ/m³, the other 18 nm are perfectly soft K_(soft)=0. The trace “bilayer soft K_(soft)=0.2 MJ/m³” illustrates an embodiment where again 7 nm of the grain is extremely hard K_(hard)=2 MJ/m³. The softer region has still a relative high anisotropy of K_(soft)=0.2 MJ/m³. The “trilayer” trace illustrates the embodiment where 7 nm again has K¹=K_(soft)=2 MJ/m³, 5.6 nm of the grain has K²=1.11 MJ/m³ and 12.4 nm of the grain has K³=0.22 MJ/m³.

Visibly, the coercive field of the bilayer structures is severely reduced from that of the single phase media by a factor of about 4-4.5. The trilayer structure has its coercive field further reduced, by about a factor of 7 compared to the single phase media. The discrepancy to the theoretical limit of 9 can be attributed to the finite layer thickness. The effect of reversible magnetization processes can be observed by the non-rectangular shape of the hysteresis loop.

Some embodiments have a gradually varying anisotropy K(z) in nucleation host 21. Such embodiments will be referred to as “G-layer”. In FIG. 2 the hysteresis loop of G-layers are shown. The trace “continuous strayfield” illustrates the embodiment in which the anistropy increases quadratically as a function of the z coordinate, the distance from the bottom of the grain: K(z)˜z². The demagnetizing field of the grain is taken into account. The trace “continuous” illustrates the embodiment in which the demagnetizing field was omitted. FIG. 2 shows that the coercive field is just 1/10 of the coercive field of the single layer structure for a thickness of 25 nm. It is also interesting to note that the hysteresis loop is almost perfectly rectangular. If the strayfield is taken into account, the coercive field increases by about 3%, which can be attributed to the additional uniaxial anisotropy caused by the shape anisotropy.

The variation of K(z) can take many different form. The rise can be linear, or follow any polynomial or other rising function. It can have plateaus or steps, connected by rising segments. It can also have decreasing segments. In some embodiments, the functional form of K(z) is chosen to optimize the switching properties of the recording media, e.g. by increasing the thermal energy barrier while keeping the writing field, or coercive field, essentially unchanged, or even decreasing it.

FIG. 3 illustrates the angular dependence of the coercive field H_(c)(α) as a function of the angle α that is measured between the easy axis and the external field. So the coercive field is measured for different angles α. The solid line shows the angular dependence of the trilayer of FIG. 2. The dotted line shows the angular dependence of the coercive field if the anisotropy in the softest layer of the nucleation host is set to zero. In contrast to single phase media, the coercive field does not have a minimum for a field angle of 45°. The pinning force to depin the domain wall at the hard/soft interfaces depends inversely from the cosine of the angle between the easy axis and the external field. It can be seen that the coercive field H_(c)(α=20°) is smaller than H_(c)(α=45°). A similar dependence can be found if instead of the coercive field the field H_(m)(α) is introduced, where H_(m) is the field that is required to decrease the magnetization of the saturated film (M_(z)/M_(s)=1) to M_(z)/M_(s)=−0.5. Differences of the field H_(m) and H_(c) occur if the media comprises of a thick soft layer with high magnetization.

FIG. 4 shows the hysteresis loop of an exchange spring perpendicular recording film consisting of 14×14 grains. The parameters of this embodiment are for illustrative purposes only. The average grain diameter is 5 nm. The film thickness is 23 nm. The exchange field between the grains is about 0.25 T. The thickness of the nucleation layer is equal to the thickness of the hard magnetic storage layer which is 10.5 nm. The two layers are separated by a 2 nm thick optional coupling layer 22. The exchange constant in the coupling layer is varied from A=1×10⁻¹² J/m to the bulk value of the exchange in the nucleation layer and the storage layer which is A=1×10⁻¹¹ J/m. The hysteresis loops show that with increasing coupling the coercive field decreases. Furthermore the hysteresis curves for A=1×10⁻¹² J/m and A=2×10⁻¹² J/m show that the slope of the hysteresis loop

$k = {\frac{dM}{dH}\frac{H_{c}}{M_{s}}}$ changes in the interval −0.7<M/M_(s)<0.7, significantly. For A=2×10⁻¹² J/m the slope k changes in the interval −0.7<M/M_(s)<0.7 by about a factor of 2.5. In embodiments the anisotropy of hard magnetic storage layer 24 and the exchange coupling between nucleation host 21 and hard magnetic storage layer 24 is chosen to keep the change of the slope k smaller than 3. A ratio k_(max)/k_(min)<3 indicates a strong coupling between nucleation host 21 and hard magnetic storage layer 24.

Furthermore the squareness S of the hysteresis loops was calculated.

${{S = {1 - {\frac{dM}{dH}\frac{H_{c}}{M_{s}}}}}}_{H_{c}}.$ For the fully coupled case (A=1×10⁻¹¹ J/m) the squareness is 0.8. It is important to note that for all calculations the hysteresis loops are not desheared.

FIG. 5 illustrates the reduction of the coercive field for nucleation host 21 with thickness t_(G) and a continuously increasing anisotropy, fully exchange coupled to the hard magnetic storage layer. The value of the anisotropy constant of the hard magnetic storage layer is changed from 1 MJ/m³ to 4 MJ/m³. FIG. 4 shows the reduction of the coercive field of hard magnetic storage layer 24 with a thickness of 20 nm and a value of the anisotropy constant of K_(hard) that is coupled to a G-layer. The anisotropy constant depends quadratically on the depth z in the layer. K(z)=Z²K_(hard)/t_(G) ³. The grain has the maximum anisotropy (K_(hard)) at the surface of nucleation host 21. The thickness of nucleation host 21 is t_(G). This embodiment does not have hard magnetic storage layer 24.

FIG. 6 illustrates the influence of the thickness of hard magnetic storage layer 24 on the energy barrier of the bilayer structure. The particular parameters are for illustrative purposes only—other embodiments have different parameters. The thickness of nucleation host is 20 nm (limit of infinite thick soft layer). The anisotropy in hard magnetic storage layer 24 is K_(hard)=1×10⁶ J/m³. The grain diameter is 6 nm. The energy barrier levels out for thicknesses larger than 20 nm. It is important to stress that at zero field the energy barrier does not depend on nucleation host 21. Due to thermal fluctuations a domain wall is formed in the nucleation host. The energy of the domain wall successively increases as it is driven by thermal fluctuations in the harder layers. The domain wall has largest energy when it is located in the hardest layer. The difference this highest energy state minus the energy of the homogenous state when the spins in the grain point up (down) denotes the energy barrier. For all structures the highest energy state is given by the domain wall energy in the hard magnetic storage layer which is independent if a nucleation host 21 is present. The demagnetizing field of the structure may slightly decrease the energy barrier. The decrease of the energy barrier may be larger if a nucleation host is present as without nucleation host 21. In embodiments the energy barrier of a typical grain of hard magnetic storage layer 24 is smaller by 25% of the energy barrier of a typical grain of hard magnetic storage layer 24 without the nucleation host at most.

We note that parameters of an unknown magnetic recording media can be characterized by different methods. For example, an energy barrier of a hard magnetic storage layer can be determined: (i) by depositing only the hard magnetic storage layer on a non-magnetic substrate, or (ii) by removing a nucleation host from a multilayer structure: or (iii) by performing a micromagnetic calculation with parameters appropriate for the multilayer.

Some embodiments, described throughout this specification, can include a magnetic recording medium, comprising: an essentially non-magnetic substrate; and a magnetic bilayer, comprising: a granular hard magnetic storage layer having a coercive field of H_(s) without another magnetic layer; and a granular nucleation host, disposed on the hard magnetic storage layer in a columnar manner, having a coercive field H_(n) without the hard magnetic storage layer, wherein 0.7 T<H_(n)<H_(s); and the nucleation host is having a magnetic polarization J_(s)=μ₀M_(s) between 0.3 T and 1.0 T, wherein the nucleation host and the hard magnetic storage layer are arranged either in direct contact or separated by a coupling layer of less than 5 nm thickness.

In some embodiments of the magnetic recording medium, the nucleation host and the hard magnetic storage layer are in direct contact.

In some embodiments of the magnetic recording medium, an exchange coupling between the nucleation host and the hard magnetic storage layer is sufficiently strong and the nucleation host is sufficiently hard so that the derivative k of the normalized magnetization with respect to the external field normalized to the coercive field does not change by more than a factor of 3 in a magnetization interval −0.7<M_(z)/M_(s)<0.7, wherein:

$k = {\frac{dM}{dH}\frac{H_{c}}{M_{s}}}$

M being a magnetization of the recording medium, M_(z) being a component of the magnetization perpendicular to a plane of the recording medium, H being an external magnetic field parallel to a normal of the layers, dM/dH being the derivative of the magnetization with respect to the external magnetic field, H_(c) being a coercive field, M_(s) being a saturation magnetization.

In some embodiments of the magnetic recording medium, a squareness S of a hysteresis loop is less than 10% different from the squareness of the hysteresis loop of the hard magnetic storage layer without the nucleation host.

In some embodiments of the magnetic recording medium, the hard magnetic storage layer comprises of at least one of Cr, Pt, Ta, B, Fe, Cu, Ag, W, Mo, Ru, Si, Ge, Nb, Co, Pd, Sm, Nd, Dy, Hf, Mn and Ni.

In some embodiments of the magnetic recording medium, H_(c)(α=20°)<H_(c)(α=45°), wherein H_(c)(α) is the coercive field if the angle between the external field and the film normal is α.

In some embodiments of the magnetic recording medium, H_(m)(α=20°)<H_(m)(α=45°), wherein H_(m)(α) is the required field to reduce the normalized magnetization from the saturation to −0.5 if the angle between the external field and the film normal is α.

In some embodiments of the magnetic recording medium, the nucleation host comprises at least one of Fe, Ni, Al, Si, B. Co, Cr, Pt, Ta, Cu, Ag, W, Mo, Ru, Si, Ge, Nb, Co, Pd, Sm, Dy, Hf, Mn, Ni and O.

In some embodiments of the magnetic recording medium, the nucleation host comprises grains with an average diameter greater than 2 nm and less than 10 nm.

In some embodiments of the magnetic recording medium, the thickness of the nucleation host is larger than 7 nm.

In some embodiments of the magnetic recording medium, the nucleation host is in direct contact with the hard magnetic storage layer.

In some embodiments of the magnetic recording medium, the nucleation host is coupled to the hard magnetic storage layer by a strong exchange coupling layer.

In some embodiments of the magnetic recording medium, the nucleation host is coupled to the hard magnetic storage layer by an antiferromagnetic coupling.

In some embodiments of the magnetic recording medium, parameters of the media structure comprise: a anisotropy constant in the nucleation host K^(n) ₁; a hard magnetic storage layer anisotropy constant K^(h) ₁; a nucleation host grain diameter; a hard magnetic storage layer grain diameter; an exchange constant between grains in the nucleation host; an exchange constant between grains of the hard magnetic storage layer; a saturation polarization in the nucleation host as a function of the layer depth; a saturation polarization of the hard magnetic storage layer; a layer thickness of the nucleation host; a layer thickness of the magnetic storage layer and an exchange constant between the nucleation host and the hard magnetic storage layer.

In some embodiments of the magnetic recording medium, the coercive field of the hard magnetic storage layer is determined by at least one of: depositing only the hard magnetic storage on the non-magnetic substrate; removing the nucleation host from a multilayer structure; and performing a micromagnetic calculation with parameters appropriate for the multilayer.

In some embodiments of the magnetic recording medium, an energy barrier of the hard magnetic storage layer is determined by at least one of: depositing only the hard magnetic storage layer on the non-magnetic substrate; removing the nucleation host from the multilayer structure; and performing a micromagnetic calculation with parameters appropriate for the multilayer.

In some embodiments of the magnetic recording medium, a parameter of the magnetic bilayer has a value such that a coercive magnetic field of the hard magnetic storage layer is less than ½ of the coercive magnetic field of the hard magnetic storage layer without the nucleation host.

In some embodiments of the magnetic recording medium, a parameter of the magnetic recording medium has a value such that a coercive field of the magnetic recording medium increases when grains of the recording media are misaligned relative to a normal of the non-magnetic substrate.

In some embodiments of the magnetic recording medium, the recording medium is usable for perpendicular recording or for recording on patterned elements.

In some embodiments, a magnetic recording medium is comprising: an essentially non-magnetic substrate; and an exchange coupled magnetic multilayer structure, comprising: a nucleation host with an anisotropy varying in the film normal direction; and a hard magnetic storage layer; wherein a ratio

$r = \frac{\Delta\; E_{thermal}}{\Delta\; E_{hyst}}$

is in the range of 0.5 to 10 wherein a thermal energy barrier ΔE_(thermal) separates two magnetic states, and a hysteretic energy loss ΔE_(hyst)=J_(s)H_(c)V is the product of a grain volume V, the coercive field H_(c) and an average magnetization J_(s).

While the present invention has been particularly shown and described with reference to certain embodiments, it will be understood by those skilled in the art that various changes in form and detail may be made without departing from the spirit and scope of the invention. Accordingly, the disclosure was intended merely as illustrative and the scope of the invention is limited only as specified in the appended claims. 

The invention claimed is:
 1. A magnetic recording system, comprising: a writing head; and a disk, including a magnetic recording medium, comprising an essentially non-magnetic substrate; and a magnetic bilayer, the magnetic bilayer including a granular hard magnetic storage layer with perpendicular anisotropy having a coercive field of H_(s) without another magnetic layer and a thickness between 3 nm and 30 nm; and a granular hard magnetic nucleation host with perpendicular anisotropy, disposed on the hard magnetic storage layer in a columnar manner, having a coercive field H_(n) without the hard magnetic storage layer, wherein 0.5 T<H _(n) <H _(s); the nucleation host has a magnetic polarization J_(s)=μ₀M_(s) between 0.3 T and 1.0 T; the nucleation host and the hard magnetic storage layer are separated by a coupling layer between 0.1 nm and 3 nm thickness; the coupling layer is directly between the nucleation host and the storage layer; and the coupling between the nucleation host and the hard magnetic storage layer is ferromagnetic.
 2. The magnetic recording system of claim 1, wherein: the coupling layer provides an exchange constant A>10⁻¹⁴ J/m between the nucleation host and the hard magnetic storage layer.
 3. The magnetic recording system of claim 1, wherein: a squareness S of a hysteresis loop of the magnetic recording medium is less than 10% different from a squareness of a hysteresis loop of the hard magnetic storage layer without the nucleation host.
 4. The magnetic recording system of claim 1, wherein the nucleation host comprises: at least one of Fe, and O.
 5. The magnetic recording system of claim 1, wherein the nucleation host comprises: grains with an average diameter greater than 2 nm and less than 10 nm.
 6. The magnetic recording system of claim 1, wherein: a thickness of the nucleation host is larger than 7 nm.
 7. The magnetic recording system of claim 1, wherein: the hard magnetic storage layer includes an FePt based alloy.
 8. The magnetic recording system of claim 7, wherein: the FePt based alloy is an L10 phase alloy.
 9. The magnetic recording system of claim 1, wherein: the hard magnetic storage layer being formed of an alloy selected from the group consisting of CoPt alloys, CoPtCr alloys, CoPtCrB alloys, CoPtCrTa alloys, and CoCr alloys.
 10. The magnetic recording system of claim 1, wherein: 0.7 T<H _(n). 